Optimizing insurance risk assessment: a regression model based on a risk-loaded approach

IF 1.5 Q3 BUSINESS, FINANCE Annals of Actuarial Science Pub Date : 2024-05-31 DOI:10.1017/s1748499524000162
Zinoviy Landsman, Tomer Shushi
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Abstract

Risk measurement and econometrics are the two pillars of actuarial science. Unlike econometrics, risk measurement allows taking into account decision-makers’ risk aversion when analyzing the risks. We propose a hybrid model that captures decision-makers’ regression-based approach to study risks, focusing on explanatory variables while paying attention to risk severity. Our model considers different loss functions that quantify the severity of the losses that are provided by the risk manager or the actuary. We present an explicit formula for the regression estimators for the proposed risk-based regression problem and study the proposed results. Finally, we provide a numerical study of the results using data from the insurance industry.
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优化保险风险评估:基于风险负载法的回归模型
风险测量和计量经济学是精算学的两大支柱。与计量经济学不同的是,风险测量可以在分析风险时考虑决策者的风险规避。我们提出了一个混合模型,该模型捕捉到了决策者以回归为基础研究风险的方法,侧重于解释变量,同时关注风险严重性。我们的模型考虑了不同的损失函数,这些函数量化了风险经理或精算师提供的损失严重程度。我们为所提出的基于风险的回归问题的回归估计器提出了一个明确的公式,并对所提出的结果进行了研究。最后,我们利用保险业的数据对结果进行了数值研究。
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来源期刊
CiteScore
3.10
自引率
5.90%
发文量
22
期刊最新文献
Generalized Poisson random variable: its distributional properties and actuarial applications Optimizing insurance risk assessment: a regression model based on a risk-loaded approach Bonus-Malus Scale premiums for Tweedie’s compound Poisson models Risk analysis of a multivariate aggregate loss model with dependence Valuation of guaranteed minimum accumulation benefits (GMABs) with physics-inspired neural networks
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